Question 2: Create seven scenarios (the scenario data) in AgenaRisk and execute a calculation where each of the seven scenarios represents the total number ofjudges sitting, who pronounce guilty verdicts: I 1 judge total with one guilty verdict (22 unobserved] \"no answer\" I 2 judges total with two guilty verdicts (21 unobserved] \"no answer\") I 5 judges total with five guilty verdicts (18 unobserved] \"no answer\") I 10 judges total with ten guilty verdicts (13 unobserved] \"no answer\" I 15 judges total with fifteen guilty verdicts (8 unobserved] "no answer\") I 20 judges total with twenty guilty verdicts (3 unobserved] \"no answer\") I 23 judges total with twenty-three guilty verdicts (O unobserved] \"no answer\" Show a screenshot of the 'Risk Table' in AgenaRisk showing the observations entered in all scenarios (Look in the AgenaRisk manual for information on the Risk Table). [10 marks] a) Show screenshots of AgenaRisk showing the posterior marginal distributions for P(Accused Guilt = True I scenario data) and PM\" judges Baised = True | scenario data) for all scenarios. [20 marks] b) Take the posterior marginals for P(Accused Guilt = True | scenario data) and P(Aii]udges Baised = True I scenario data) and plot, using Excel or similar, the